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    <title>MaplePrimes - Newest Questions</title>
    <link>http://www.mapleprimes.com/questions</link>
    <language>en-us</language>
    <copyright>2026 Maplesoft, A Division of Waterloo Maple Inc.</copyright>
    <generator>Maplesoft Document System</generator>
    <lastBuildDate>Wed, 23 Sep 2026 23:24:40 GMT</lastBuildDate>
    <pubDate>Wed, 23 Sep 2026 23:24:40 GMT</pubDate>
    <itunes:subtitle />
    <itunes:summary />
    <description>The questions most recently asked on MaplePrimes</description>
    <image>
      <url>http://www.mapleprimes.com/images/mapleprimeswhite.jpg</url>
      <title>MaplePrimes - Newest Questions</title>
      <link>http://www.mapleprimes.com/questions</link>
    </image>
    <item>
      <title>How to copy code with comments from 2D-Math to 1D-Math</title>
      <link>http://www.mapleprimes.com/questions/243784-How-To-Copy-Code-With-Comments-From?ref=Feed:MaplePrimes:New%20Questions</link>
      <itunes:summary>&lt;p&gt;On my installations I can neither convert nor copy/paste code with comments from 2D-Math to 1D without loosing the comments.&lt;br&gt;
Also pasting to Word removes the comments.&lt;/p&gt;

&lt;p&gt;Is that a known behaviour? Any workarounds?&lt;input name="md.ref" type="hidden" value="1FD5B1CBEFDAE7F086AB4B973DEBBBF3"&gt;&lt;/p&gt;

&lt;form name="worksheet_form"&gt;
&lt;table align="center" width="768"&gt;
	&lt;tbody&gt;
		&lt;tr&gt;
			&lt;td&gt;
			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: Trebuchet MS,sans-serif;font-weight:normal;font-style:normal;"&gt;This input&lt;/span&gt;&lt;/p&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img align="middle" alt="&amp;quot; #` Parameters #`  &amp;quot;(* *)&amp;quot;  H = 0.01; #` height in meter`  R := 0.006*3/2; #` Radius in m`  k := 0.540; #` conductivity in W/m/K`  rho := 1060.0; #` density in kg/m^3`&amp;quot;" height="112" src="/view.aspx?sf=243784_question/2c6c84ac83ec5815d2a9f9a0f7d22d6e.gif" style="vertical-align:-95px" width="768"&gt;&lt;/p&gt;

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				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="1060.0" height="26" src="/view.aspx?sf=243784_question/459e4480bc2a13bd064edda1618fde81.gif" style="vertical-align:-7px" width="81"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(1)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: Trebuchet MS,sans-serif;font-weight:normal;font-style:normal;"&gt;copy and paste here&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;H = 0.01;&lt;/span&gt;&lt;br&gt;
						&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;R := 0.006*3/2;&lt;/span&gt;&lt;br&gt;
						&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;k := 0.540;&lt;/span&gt;&lt;br&gt;
						&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;rho := 1060.0;&lt;/span&gt;&lt;/p&gt;
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			&lt;table&gt;
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						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="H = 0.1e-1" height="23" src="/view.aspx?sf=243784_question/c91189a7c4e4fb65980b43bb9eb6b782.gif" style="vertical-align:-6px" width="58"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="0.9000000000e-2" height="23" src="/view.aspx?sf=243784_question/7ff30c69c14071a8de04f87aea968146.gif" style="vertical-align:-6px" width="142"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
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			&lt;table&gt;
				&lt;tbody&gt;
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						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt=".540" height="23" src="/view.aspx?sf=243784_question/1894113c2785e8d9342001ac4639519e.gif" style="vertical-align:-6px" width="71"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="1060.0" height="26" src="/view.aspx?sf=243784_question/27343c1c7b3375f3f415355cbcc7d067.gif" style="vertical-align:-7px" width="81"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(2)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: Trebuchet MS,sans-serif;font-weight:normal;font-style:normal;"&gt;or here&lt;/span&gt;&lt;/p&gt;
			&lt;span name="eccodeeditgroup58_body"&gt;&lt;span name="eccodeedit59_control"&gt;&lt;input align="center" height="40" name="eccodeedit59_control_button" src="/view.aspx?sf=243784_question/6ab6ae0e9434a50348ed392a296791b3.gif" type="image" width="40"&gt;&lt;/span&gt;&lt;span&gt;H = 0.01;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;
&lt;input name="sequence" type="hidden" value="1"&gt; &lt;input name="cmd" type="hidden" value="none"&gt;&lt;/form&gt;

&lt;p&gt;&lt;a href="/view.aspx?sf=243784_question/copy_comments.mw"&gt;Download copy_comments.mw&lt;/a&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;On my installations I can neither convert nor copy/paste code with comments from 2D-Math to 1D without loosing the comments.&lt;br&gt;
Also pasting to Word removes the comments.&lt;/p&gt;

&lt;p&gt;Is that a known behaviour? Any workarounds?&lt;input name="md.ref" type="hidden" value="1FD5B1CBEFDAE7F086AB4B973DEBBBF3"&gt;&lt;/p&gt;

&lt;form name="worksheet_form"&gt;
&lt;table align="center" width="768"&gt;
	&lt;tbody&gt;
		&lt;tr&gt;
			&lt;td&gt;
			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: Trebuchet MS,sans-serif;font-weight:normal;font-style:normal;"&gt;This input&lt;/span&gt;&lt;/p&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img align="middle" alt="&amp;quot; #` Parameters #`  &amp;quot;(* *)&amp;quot;  H = 0.01; #` height in meter`  R := 0.006*3/2; #` Radius in m`  k := 0.540; #` conductivity in W/m/K`  rho := 1060.0; #` density in kg/m^3`&amp;quot;" height="112" src="/view.aspx?sf=243784_question/2c6c84ac83ec5815d2a9f9a0f7d22d6e.gif" style="vertical-align:-95px" width="768"&gt;&lt;/p&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="1060.0" height="26" src="/view.aspx?sf=243784_question/459e4480bc2a13bd064edda1618fde81.gif" style="vertical-align:-7px" width="81"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(1)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: Trebuchet MS,sans-serif;font-weight:normal;font-style:normal;"&gt;copy and paste here&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;H = 0.01;&lt;/span&gt;&lt;br&gt;
						&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;R := 0.006*3/2;&lt;/span&gt;&lt;br&gt;
						&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;k := 0.540;&lt;/span&gt;&lt;br&gt;
						&lt;span style="color:#78000e;font-size: 100%;font-family: Courier New,monospace;font-weight:bold;font-style:normal;"&gt;rho := 1060.0;&lt;/span&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="H = 0.1e-1" height="23" src="/view.aspx?sf=243784_question/c91189a7c4e4fb65980b43bb9eb6b782.gif" style="vertical-align:-6px" width="58"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="0.9000000000e-2" height="23" src="/view.aspx?sf=243784_question/7ff30c69c14071a8de04f87aea968146.gif" style="vertical-align:-6px" width="142"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt=".540" height="23" src="/view.aspx?sf=243784_question/1894113c2785e8d9342001ac4639519e.gif" style="vertical-align:-6px" width="71"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="1060.0" height="26" src="/view.aspx?sf=243784_question/27343c1c7b3375f3f415355cbcc7d067.gif" style="vertical-align:-7px" width="81"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(2)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: Trebuchet MS,sans-serif;font-weight:normal;font-style:normal;"&gt;or here&lt;/span&gt;&lt;/p&gt;
			&lt;span name="eccodeeditgroup58_body"&gt;&lt;span name="eccodeedit59_control"&gt;&lt;input align="center" height="40" name="eccodeedit59_control_button" src="/view.aspx?sf=243784_question/6ab6ae0e9434a50348ed392a296791b3.gif" type="image" width="40"&gt;&lt;/span&gt;&lt;span&gt;H = 0.01;&lt;/span&gt;&lt;/span&gt;&lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;
&lt;input name="sequence" type="hidden" value="1"&gt; &lt;input name="cmd" type="hidden" value="none"&gt;&lt;/form&gt;

&lt;p&gt;&lt;a href="/view.aspx?sf=243784_question/copy_comments.mw"&gt;Download copy_comments.mw&lt;/a&gt;&lt;/p&gt;
</description>
      <guid>243784</guid>
      <pubDate>Wed, 23 Sep 2026 20:26:56 Z</pubDate>
      <itunes:author>C_R</itunes:author>
      <author>C_R</author>
    </item>
    <item>
      <title>Numeric formatting - total chaos</title>
      <link>http://www.mapleprimes.com/questions/243782-Numeric-Formatting--Total-Chaos?ref=Feed:MaplePrimes:New%20Questions</link>
      <itunes:summary>&lt;p&gt;In the same sheet (Engineering Notation)&lt;/p&gt;

&lt;p&gt;&lt;img 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"&gt;&lt;/p&gt;

&lt;p&gt;you can have:&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/png;base64,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"&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;and&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARQAAABtCAYAAABgKp7EAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAHYcAAB2HAY/l8WUAAAASdEVYdFNvZnR3YXJlAEdyZWVuc2hvdF5VCAUAAAwySURBVHhe7Z1Lrra4EYa/BWSWRXQrO2A9UTNJD7ISlhIpUsIsk+wiLCGRkiU4KuMyvlTZhmN8fuj3kRgc8AXsqtd2Yb7zMQAA0IlPegIAAK4CQQEAdAOCAgDoBgQFANANCAoAoBsQFABANyAoAIBuQFAAAN2AoAAAugFBAQB0A4ICAOgGBAUA0A0ICgCgGxAUAEA3ICgAgG5AUAAA3YCgAAC6AUEBAHQDggIA6AYEBQDQDQjKCNbZfD4f8ZjXLLGZi9dPsC1mEur8crlgDA+0GwjKSLbFd7raMc6Ipnk1W3rtMoexzWu/UsEgHmQ3EJSReOWfjWgX7vq0tHVeO2wYk+leNLifB9kNBGUkPIWdlnwUuc0oAoOU6gU/Pg+yGwjKQLZl2g0jnbfajpuap5WnYYNM6wWP4El2A0EZyDrv69FoNPFGEabsCxvkLaMYuJ0n2Q0EZRibWaZkPbrO1ihO9Ncl2CDvND5wF8+yGwjKMDjAtQfWNjudnM1ds9UDwSDBg3iW3UBQRuEDXLNZZppKnuuo68QGCR7Gw+wGgtKFf5u//PEn8/Of/mb+l15ifKR+PjYgnZlLXuVCpB6M4n12A0Hpwj/Mr7/7mM/v/2z+mV5yRAEuv6/gXMDrEhci9WAU77MbCEoX/mP++svP5g+//t38N73kyAJcNrB2Puh1liuRejCK99kNBGUISoDLf6tx37o4M0jwIJ5nNxCUIegBLr9pSbj2dc5vnQY/Es+zGwjKCCoBLh4NtOuX8WvuO4wO3M4D7QaCMgB167Qn+PRcTXOB0jcg4IfniXYDQbmdzSy8dbrU6WEEv8sn6Nt9IxgYwDPt5jPboM++XpqlBZMPAMVHOfq7mW1dzDzd+61Bmc2sy2ymWWsUargpmdrFP1IjPadvbNdmpWaI0waH0lHHuliuu5W0nONIprBK3/r6aTNVYUsm7dqcvP1Q+kWcIremu5ttW+3msO+zyTYebTdsL1xY2thyJSVHCp3y/Brsa5CILGaeZzOTmGiNu61mnvTty3uHFu7djgp6/mfh3iQkwmudz4lA3oaUZzLTEoyI1KZZm7Wmu5/DSUu2C9qR7SZY8jghSBRlna91vu3AVJ3uZF3siOqd3KqoZDxOTNLTIfy9RHreQTObkY92L3u/y8/Dry3jtrCDjJAhtZXWdKPYB0epblpeSOeBjmw3gaDsxhOPRtTQ8jSrjFTWWKzxCFPEJjFQxcgWXF7TPo3SsxJuens8cmvftqYbhzbIaedBAcVuDkFxwZ24XVczX2poUq+8snEoxsxLlfhsjtgW9oJZarObzqjr6cKR37eOJrwe1xZHW/JUt1ZJa7pRKDahjLRP57vsxguKOD2lH8edF/eVI1W6r4clbOAtvMGsMhckdeXEVe0BUs6rB1JbkQWNR6LoXkWB2I0sM76VYjNfu7MfC83JAgRxZWOlflo3PW9rujJBTI7iMdY2jo1XkR25oOthR+HFRDiCtyP+iAsLgvZ73XHft9hsyeafjG43TlAoriA0CDleEFDjAG22LLJvc45ztqHD1nNBUM4WTzHp2nS8TbBBO6mDTyDGQFwjhG8u2KiyeqTRVWmjR9MwOmdLHoKWwkmwXhTm1nQ623LYDb05DAPhZEfeFqkvgxja/rshqYDkdcsjrbPJw/CTHzRqsNmizT8d3W6soLQHyXJHkzqEGu9IsudJ/2ZDkGZGkaFcQOy8bOq+Y9NmBpWfJ5H8wi39mIjCG6MHMh0bjcK1DVgn0mnYwS3vu/2cZODJOXpWpZ/TcumZo3NJ3rrNlm3+8RTs5mPW9cTrz1RQ0oYjqCODyvwrVt6bEjds3qFSmWdQ8mejDJ/OBdGf5+d4WyDWkYpmTtrfOvWydlrTxSQ2ZdlnxrueSAYeC4o4yKSiYwnK9X+ftNmKzT+dUh9+tKXttiyZ82WxBcFJU/XmZdK+Bs138tmbs40fpFdutgnhnkrnZUNjI6X0ZCypsb6B3FEyBEelfT5SjrTfW9M1Ic0ubHxvL0e0mWiJozyr8Hz70imZjYgxJN1mazb/bJS2dKhb78UpfvqqKO2QlYJiuZoXDYgMI9qt+8UOSO+JEQVFDt5aeIlkN2ZJCR6Oez61a1x7ZaO3EnzMpvhN6dqQRChcpksjZpxH7mep3PAcxWHmRYi9VGy2avNPpmI3nyhg5mcfbqobqi5tHEsM7FDmfYfq6oJTFKCl6DYVlXb2PgXMHZ4MJO3w8/D3D3n5+TO5KL5WqWu41FDfwj6K7sH0+Pncm4lo2s/wDDXe+brvho1cqjFdG3yve9bDtuTr7o1j2G/BbDMVIns/ZLdOAH278Fsdnh1ti0lfcGo222rzT6RmN5mgsGDw2s8LjbRVnUdxPxo5Q7Jpfe9Gar6/QoyL8c57+eMmJxbJs2Qbb8J7qXynIq+v34GfkktHZZpOb13C162iXZxI18bRv6L92IGEn0m4f/fGJ87LZcbp90EyeLPEDpSWWbLZFpt/IC12oy55xrDPbMix6dsR2wkvUXLwVmCzJb5RUKRgp3u1+NJlBng6sNka3ycoUuR+vxAE0PZlRza9io60g8EzeGDfNtnsb5vvFRQXwD1wP+7yxsAFeD6w2SrfJyg2yJN+/3Pjf5IHoAOw2TLfKigAgHcBQQEAdAOCAgDoBgQFANANCAoAoBu/CUFZZ2OmD324tB/TZK5vhd6MmaejLFvebH/uQ2dAHjqfpW94znXZ0/l8k6l+brCtSZ6PMfNib7kZLqO0dyOrx91bIcuwPEDm9YJinYwckU8EjjctcdoqZHjkPIHDWWN0hig6x4A82xI7d3poz5kKUHTMaeqdxeUJP5Sje7N5pkYn5PTCszA0CND1UBD5nFbPqDxA59WCYo1fMopNd04Vl0dyTu/QaV2D8szuXLLfKhKMdNbBZUXnK3nY0aQ28/emCFFIWEepLOkaC1raPqPygDLvFRQ3CmoGwc6hXU8pORNhnTq5PioPndNWKZw+dXRyGK0O0ZlYhAuCId1bil1+LuW0LJDCpWN2o4jq3XlAmdcKSs0xzxpM0fgUgRqShxy94OTa9J1mCc11BKN5SYBFIQqhZZu7V1VQKgMBkeUdlQdUea2g+LW+ZgzBskcb3T2ctuCE2ZR/VJ4K2jKphCTGksikePFS7o1EjNtac9YzwuV/u2dQHlDntYLCBqvawhlB4dmM4ihE5uij8lQ4m56gtksd7auCQtdCx9T6h8soOXHq6KPygDrvFJRGsdBGyZQmp0yWUKPy1DjlFC4oK6VtmelwXdn9B0sdRhOUlvtNxW1UHlAHgvJmQWkIpIZtFR52z4uSTmyv4HrqgOFSx59T+ueKo4/KA+pAUDQHCbji6KPylGCnKbUBXQw3pYX7XdK8/v6ozYILvDGMN4eFTkp5JKeFoLwTCEolDXHK0V2aUXk02BlqYilSmG2QeEQb4miJ5AQpE2gqRxE+re3PODqnGZUH1IGgVNIQVxx9VB4JLueSmDjUeIiG8IbKl9FyTMb866Kjj8oD6rxTUKTRMkVwAJWGZQY7sR/RR+VJ4G3w6nM3ws7UKiiZ8ymxGfVwz9yyzGAx4GcclQfUea2gVEcg53glg/I0zHiyJcaoPNHFyjM7qG0qSXz7NbVPw6wpovCcLbM0O1gEojsqD6jzWkGpjuQnlwW10cpeT4xvVB6L8EGhBj271i5M63KQ6xXvSaMgKP6aVp67Ht3/qDygymsFpWi07DDC6GSDjnP8FsOeL41oysxgVB5+1uy8hitHS94qtn7ZkL5irhH0jVRHaXbJdaaXRuUBZd4rKEQQk/Bf4m6FUT4YmSVjkhyIX7NqI9ntec7EKlikQodOHtLWnX65HEC/u7IEvy8jOWMNL5qF/NwP4XX67RZ7z8q9jcoDdN4tKITww0OlHwPSZiiM9GM8Wlrmzjw8yjYdwawn+2ElEiulDsaLWiWdCIu7dggCT+IWiiUJrCZ0zKg8QOb9ggIAGAYEBQDQDQgKAKAbEBQAQDcgKACAbkBQAADdgKAAALoBQQEAdAOCAgDoBgQFANANCAoAoBsQFABANyAoAIBuQFAAAN2AoAAAugFBAQB0A4ICAOgGBAUA0A0ICgCgGxAUAEA3ICgAgG5AUAAA3YCgAAC6AUEBAHQDggIA6AYEBQDQDQgKAKAbEBQAQDcgKACAbkBQAADd+D+ce5QQbJkuZwAAAABJRU5ErkJggg=="&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;and even correct formating ...&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/png;base64,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"&gt;&lt;/p&gt;

&lt;p&gt;but there is no possibility to correct anything, it just ignores the settings ... unfortunately, I am pushed to use an older version ...&lt;/p&gt;

&lt;p&gt;Hope this will change.&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;In the same sheet (Engineering Notation)&lt;/p&gt;

&lt;p&gt;&lt;img 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" /&gt;&lt;/p&gt;

&lt;p&gt;you can have:&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/png;base64,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" /&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;and&lt;/p&gt;

&lt;p&gt;&amp;nbsp;&lt;img src="data:image/png;base64,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" /&gt;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;and even correct formating ...&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;img src="data:image/png;base64,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" /&gt;&lt;/p&gt;

&lt;p&gt;but there is no possibility to correct anything, it just ignores the settings ... unfortunately, I am pushed to use an older version ...&lt;/p&gt;

&lt;p&gt;Hope this will change.&lt;/p&gt;
</description>
      <guid>243782</guid>
      <pubDate>Mon, 21 Sep 2026 11:46:17 Z</pubDate>
      <itunes:author>GED</itunes:author>
      <author>GED</author>
    </item>
    <item>
      <title>Looking for the sum of squares</title>
      <link>http://www.mapleprimes.com/questions/243780-Looking-For-The-Sum-Of-Squares?ref=Feed:MaplePrimes:New%20Questions</link>
      <itunes:summary>&lt;p&gt;In the attached file, I want to represent a mixed polynomial in x, y, and z as the sum of squares from bracketed expressions. I know the result. But how do I do this in Maple? The help text didn&amp;#39;t help me :-( .&lt;/p&gt;

&lt;p&gt;&lt;a href="/view.aspx?sf=243780_question/test.mw"&gt;test.mw&lt;/a&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;In the attached file, I want to represent a mixed polynomial in x, y, and z as the sum of squares from bracketed expressions. I know the result. But how do I do this in Maple? The help text didn&amp;#39;t help me :-( .&lt;/p&gt;

&lt;p&gt;&lt;a href="/view.aspx?sf=243780_question/test.mw"&gt;test.mw&lt;/a&gt;&lt;/p&gt;
</description>
      <guid>243780</guid>
      <pubDate>Sun, 20 Sep 2026 14:30:50 Z</pubDate>
      <itunes:author>Alfred_F</itunes:author>
      <author>Alfred_F</author>
    </item>
    <item>
      <title>How to propose tags for MaplePrimes</title>
      <link>http://www.mapleprimes.com/questions/243779-How-To-Propose-Tags-For-MaplePrimes?ref=Feed:MaplePrimes:New%20Questions</link>
      <itunes:summary>&lt;p&gt;Sometimes I miss appropriate tags. How and to whom can I make a suggestion?&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;Sometimes I miss appropriate tags. How and to whom can I make a suggestion?&lt;/p&gt;
</description>
      <guid>243779</guid>
      <pubDate>Fri, 18 Sep 2026 18:17:38 Z</pubDate>
      <itunes:author>C_R</itunes:author>
      <author>C_R</author>
    </item>
    <item>
      <title>How to revert (&amp;quot;unapply&amp;quot;) a function composition application</title>
      <link>http://www.mapleprimes.com/questions/243778-How-To-Revert-quotunapplyquot?ref=Feed:MaplePrimes:New%20Questions</link>
      <itunes:summary>&lt;form name="worksheet_form"&gt;&lt;input name="md.ref" type="hidden" value="0FA2A999C41E0C79F35A275B91C4C223"&gt;
&lt;table align="center" width="768"&gt;
	&lt;tbody&gt;
		&lt;tr&gt;
			&lt;td&gt;
			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;How to revert (&amp;quot;unapply&amp;quot;) a function composition application?&lt;/span&gt;&lt;br&gt;
			&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;Example: &lt;/span&gt;&lt;/p&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="`@`(ln, sinh)" height="23" src="/view.aspx?sf=243778_question/d88f64acd9a90fe280ae91e68b0e4b97.gif" style="vertical-align:-6px" width="57"&gt;&lt;/p&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="`@`(ln, sinh)" height="23" src="/view.aspx?sf=243778_question/7b39bb098c94014fbe8538de1a7434bf.gif" style="vertical-align:-6px" width="55"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(1)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="apply(`@`(ln, sinh), x)" height="26" src="/view.aspx?sf=243778_question/a9bad7b8b417e50e7e70b6297eacc969.gif" style="vertical-align:-7px" width="98"&gt;&lt;/p&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="ln(sinh(x))" height="23" src="/view.aspx?sf=243778_question/fecc0070d26e0b90e78e284b05ffe315.gif" style="vertical-align:-6px" width="76"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(2)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;Unapply does not do the opposite of what apply does&lt;/span&gt;&lt;/p&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="unapply(ln(sinh(x)), x)" height="26" src="/view.aspx?sf=243778_question/27588094e19a538e112f7cde4eaa70ac.gif" style="vertical-align:-7px" width="113"&gt;&lt;/p&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="proc (x) options operator, arrow; ln(sinh(x)) end proc" height="23" src="/view.aspx?sf=243778_question/26ae148e486681f717d5f29637f1f710.gif" style="vertical-align:-6px" width="105"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(3)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;What I am instered in: revert/undo the apply operation leading to&lt;/span&gt;&lt;span style="color:#000000; font-weight:bold; font-style:normal;"&gt;(2)&lt;/span&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;&amp;nbsp;and returning the corresponding function composition of &lt;/span&gt;&lt;span style="color:#000000; font-weight:bold; font-style:normal;"&gt;(1)&lt;/span&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;. &lt;/span&gt;&lt;br&gt;
			&lt;br&gt;
			&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;Maybe there is a convert function that I have overlooked.&lt;/span&gt;&lt;img alt="NULL" height="23" src="/view.aspx?sf=243778_question/ffd41409453cee1af69037daf44fdfde.gif" style="vertical-align:-6px" width="9"&gt;&lt;/p&gt;
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	&lt;/tbody&gt;
&lt;/table&gt;
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&lt;p&gt;&lt;a href="/view.aspx?sf=243778_question/revert_application_of_function_composition.mw"&gt;Download revert_application_of_function_composition.mw&lt;/a&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;form name="worksheet_form"&gt;&lt;input name="md.ref" type="hidden" value="0FA2A999C41E0C79F35A275B91C4C223"&gt;
&lt;table align="center" width="768"&gt;
	&lt;tbody&gt;
		&lt;tr&gt;
			&lt;td&gt;
			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;How to revert (&amp;quot;unapply&amp;quot;) a function composition application?&lt;/span&gt;&lt;br&gt;
			&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;Example: &lt;/span&gt;&lt;/p&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="`@`(ln, sinh)" height="23" src="/view.aspx?sf=243778_question/d88f64acd9a90fe280ae91e68b0e4b97.gif" style="vertical-align:-6px" width="57"&gt;&lt;/p&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="`@`(ln, sinh)" height="23" src="/view.aspx?sf=243778_question/7b39bb098c94014fbe8538de1a7434bf.gif" style="vertical-align:-6px" width="55"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(1)&lt;/td&gt;
					&lt;/tr&gt;
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			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="apply(`@`(ln, sinh), x)" height="26" src="/view.aspx?sf=243778_question/a9bad7b8b417e50e7e70b6297eacc969.gif" style="vertical-align:-7px" width="98"&gt;&lt;/p&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="ln(sinh(x))" height="23" src="/view.aspx?sf=243778_question/fecc0070d26e0b90e78e284b05ffe315.gif" style="vertical-align:-6px" width="76"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(2)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;Unapply does not do the opposite of what apply does&lt;/span&gt;&lt;/p&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="unapply(ln(sinh(x)), x)" height="26" src="/view.aspx?sf=243778_question/27588094e19a538e112f7cde4eaa70ac.gif" style="vertical-align:-7px" width="113"&gt;&lt;/p&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="proc (x) options operator, arrow; ln(sinh(x)) end proc" height="23" src="/view.aspx?sf=243778_question/26ae148e486681f717d5f29637f1f710.gif" style="vertical-align:-6px" width="105"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(3)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;What I am instered in: revert/undo the apply operation leading to&lt;/span&gt;&lt;span style="color:#000000; font-weight:bold; font-style:normal;"&gt;(2)&lt;/span&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;&amp;nbsp;and returning the corresponding function composition of &lt;/span&gt;&lt;span style="color:#000000; font-weight:bold; font-style:normal;"&gt;(1)&lt;/span&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;. &lt;/span&gt;&lt;br&gt;
			&lt;br&gt;
			&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;Maybe there is a convert function that I have overlooked.&lt;/span&gt;&lt;img alt="NULL" height="23" src="/view.aspx?sf=243778_question/ffd41409453cee1af69037daf44fdfde.gif" style="vertical-align:-6px" width="9"&gt;&lt;/p&gt;
			&lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;
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</description>
      <guid>243778</guid>
      <pubDate>Fri, 18 Sep 2026 17:34:40 Z</pubDate>
      <itunes:author>C_R</itunes:author>
      <author>C_R</author>
    </item>
    <item>
      <title>Error, (in dsolve/numeric/bvp/convertsys) unable to convert to an explicit first-order system</title>
      <link>http://www.mapleprimes.com/questions/243777-Error-in-Dsolvenumericbvpconvertsys?ref=Feed:MaplePrimes:New%20Questions</link>
      <itunes:summary>&lt;p&gt;Dear All,&lt;/p&gt;

&lt;p&gt;I am currently encountering an issue while solving my boundary value problem in Maple. The following error message appears:&lt;br&gt;
&amp;quot;Error (in dsolve/numeric/bvp/convertsys): unable to convert to an explicit first-order system&amp;quot;.&lt;/p&gt;

&lt;p&gt;This problem arises when I attempt to generate plots&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;a href="/view.aspx?sf=243777_question/Maple_17_Error.mw"&gt;Maple_17_Error.mw&lt;/a&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p data-end="587" data-start="576"&gt;Dear All,&lt;/p&gt;

&lt;p data-end="842" data-start="589"&gt;I am currently encountering an issue while solving my boundary value problem in Maple. The following error message appears:&lt;br data-end="715" data-start="712"&gt;
&amp;quot;Error (in dsolve/numeric/bvp/convertsys): unable to convert to an explicit first-order system&amp;quot;.&lt;/p&gt;

&lt;p data-end="842" data-start="589"&gt;This problem arises when I attempt to generate plots&amp;nbsp;&lt;/p&gt;

&lt;p data-end="970" data-start="844"&gt;&lt;a href="/view.aspx?sf=243777_question/Maple_17_Error.mw"&gt;Maple_17_Error.mw&lt;/a&gt;&lt;/p&gt;
</description>
      <guid>243777</guid>
      <pubDate>Thu, 17 Sep 2026 15:02:39 Z</pubDate>
      <itunes:author>MAXR</itunes:author>
      <author>MAXR</author>
    </item>
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